SOLUTION: Proving Triangles Confruent Given: segment AC is congruent to segment CB and D is the midpoint of segment AB Prove by any method: triangle ACD is congruent to triangl

Algebra.Com
Question 390090: Proving Triangles Confruent
Given: segment AC is congruent to segment CB
and D is the midpoint of segment AB
Prove by any method: triangle ACD is congruent to triangle BCD

Answer by richard1234(7193)   (Show Source): You can put this solution on YOUR website!
Side-side-side congruency works pretty well. AD = DB since D is the midpoint, and CD is common to both triangles.
RELATED QUESTIONS

How do you prove overlapping triangles congruent? Given: Segment AC is congruent to (answered by ikleyn)
Given: segment BA congruent to segment BC, Ray BD bisects angle ABC Prove: D is the... (answered by solver91311)
Given: segment AB is congruent to segment BC Given: D is the midpoint of segment AB (answered by greenestamps)
It's a vertical angle triangle Given: Segment Bx is congruent to segment Dx and angle... (answered by Alan3354)
Given: H is the midpoint of segment DK and segment PG. Prove: Segment DG is congruent to (answered by gonzo)
Hi! How are you? I have a question pertaining to writing a proof. This is what the... (answered by LinnW)
If segment OM is perpendicular to segment BA, segment ON is perpendicular to segment CB,... (answered by greenestamps)
Given: angle one is congruent to angle two Prove: segment AB is congruent to segment... (answered by solver91311)
Given: E is the midpoint of line segment AC and line segment BD Prove: line segment AB... (answered by ikleyn)